What is the percentage of obese students given their BMI values, and how would you graph height vs. weight?

According to standard health guidelines, a person is considered obese if their Body Mass Index (BMI) is 30.0 or higher.

From the previous calculations, the correct BMI values for the students are:

• Student 1: 24.5
• Student 2: 27.0
• Student 3: 23.7
• Student 4: 26.0
• Student 5: 24.5
• Student 6: 19.9

Compare each student's BMI to the obesity criterion ($\text{BMI} \ge 30.0$):

• Student 1: $24.5 < 30.0$ (Not obese)
• Student 2: $27.0 < 30.0$ (Not obese)
• Student 3: $23.7 < 30.0$ (Not obese)
• Student 4: $26.0 < 30.0$ (Not obese)
• Student 5: $24.5 < 30.0$ (Not obese)
• Student 6: $19.9 < 30.0$ (Not obese) No students in the group have a BMI of 30.0 or higher.

Number of obese students = 0
Total number of students = 6

d. The percentage of students who are obese is $\boxed{\text{0\%}}$.

6. To graph the relationship between human body heights and weights:

• Axes: Draw a graph with "Height (m)" on the x-axis and "Weight (kg)" on the y-axis.
• Plotting: For each student, plot a point corresponding to their height and weight. For example, for Student 1, plot the point $(1.75 \text{ m}, 75 \text{ kg})$.
• Symbols for Gender: The instruction suggests using different symbols for Males and Females. However, the provided data table does not include information about the gender of each student. If gender data were available, you would use one symbol (e.g., circles) for males and a different symbol (e.g., triangles) for females to distinguish them on the graph.
• Title and Labels: Give the graph a clear title (e.g., "Relationship Between Height and Weight") and label both axes with their respective units.